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The existence of a global solution has many classical results to the problem [9 13].
For the suspension bridge equations without memory, there are many classical results.
Many classical results and important open questions in complexity theory concern the inclusion relationships which hold among these classes.
Many classical results from complexity theory can now be applied to this scenario, and the universe of testable hypotheses has been enlarged.
The harmonic analyst Meyer and many other mathematicians became aware of this theory, and they recognized many classical results inside it (see [6 8]).
Many classical results have been proved still valid if the underlying spaces are non-homogeneous metric measure spaces (see [25 32]).
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In the West, combinatorics may be considered to begin in the 17th century with Blaise Pascal and Pierre de Fermat, both of France, who discovered many classical combinatorial results in connection with the development of the theory of probability.
A survey of many of the classical results in this direction and their applications can be found in the paper [38] by Lubinsky.
There exist many generalizations of the above classical results.
This problem can cause many classical weathering indices to yield misleading results.
Our main result is the proof that many classical NP-hard graph-theoretic optimization problems remain NP-hard on power-law graphs for certain values of β.
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